a. Show the mathematical derivation for a hypothetical third-order integrated rate law equation concerning a chemical reaction that has ONLY ONE reactant, A. b. Derive the mathematical expression for...

a. Show the mathematical derivation for a hypothetical third-order integrated rate law equation concerning a chemical reaction that has ONLY ONE reactant, A. b. Derive the mathematical expression for the general half-life of this hypothetical third order reaction? c. The scenario of having termolecular-determined kinetics (third-order kinetics) is indeed just hypothetical or imaginary. Simply put, third-order kinetics are very extremely rare if not totally impossible in nature. Succinctly explain why.Part 2.2<br>a. Show the mathematical derivation for a hypothetical third-order integrated rate law equation<br>concerning a chemical reaction that has ONLY ONE reactant, A.<br>b. Derive the mathematical expression for the general half-life of this hypothetical third order<br>reaction ?<br>c. The scenario of having termolecular-determined kinetics (third-order kinetics) is indeed just<br>hypothetical or imaginary.<br>Simply put, third-order kinetics are very extremely rare if not totally impossible in nature.<br>Succinctly explain why.<br>

Extracted text: Part 2.2 a. Show the mathematical derivation for a hypothetical third-order integrated rate law equation concerning a chemical reaction that has ONLY ONE reactant, A. b. Derive the mathematical expression for the general half-life of this hypothetical third order reaction ? c. The scenario of having termolecular-determined kinetics (third-order kinetics) is indeed just hypothetical or imaginary. Simply put, third-order kinetics are very extremely rare if not totally impossible in nature. Succinctly explain why.

Jun 09, 2022
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